{"id":876,"date":"2023-11-24T10:17:57","date_gmt":"2023-11-24T10:17:57","guid":{"rendered":"https:\/\/coalitioncreativenc.com\/?p=876"},"modified":"2024-04-25T22:48:15","modified_gmt":"2024-04-25T22:48:15","slug":"sale-price-formula-calculation-examples","status":"publish","type":"post","link":"http:\/\/coalitioncreativenc.com\/?p=876","title":{"rendered":"Sale Price Formula, Calculation &#038; Examples"},"content":{"rendered":"<p><img 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\" width=\"452px\" alt=\"how to calculate sale price\"\/><\/p>\n<p><p>A $5 reduced price for a $1,000 item is not nearly as significant as it is for a $10 item, even though the dollar amount of the discount is the same. Thus, the discount amount is equal to the original price minus the sale price. You decide to buy a beautiful handbag costing $250, but it has a discount of 30%. Explore these examples below to better understand how to price a product with calculations. Discount percentage is important to understand so that you know the relativity of the discount being given.<\/p>\n<\/p>\n<p><h2>Understand your costs<\/h2>\n<\/p>\n<p><p>With fixed amount discounts and complex discounts it also shows the discount percentage and the discounted price. Sellers may want to determine the price of the product based on a markup, which is the difference between the sale price and the cost of production divided by the cost of production. Gross margin is like  a markup but is calculated by subtracting the cost of production from the revenue and then dividing it by the revenue. Revenue is the amount of money obtained from selling a product before subtracting costs. Retailers who want to better understand the relationship between the sale price of an item and its cost of production will explore markups and gross margins.<\/p>\n<\/p>\n<ol>\n<li>The discount is the percent off&#8211;it is the amount from the original price that you don&#8217;t have to pay.<\/li>\n<li>A comprehensive analysis of competitors and their pricing is paramount.<\/li>\n<li>A discount might seem like a bargain, but it\u2019s all relative to the original price.<\/li>\n<li>If you know at least 2 values, and 1 value is a dollar value, you can calculate the other 3 after some algebraic manipulation of the three equations.<\/li>\n<\/ol>\n<p><h2>Calculate Sale Price from List Price and Discount<\/h2>\n<\/p>\n<p><p>A comprehensive analysis of competitors and their pricing is paramount. Product pricing fluctuates across classes of goods and also differs by industry. For example, commodified goods often operate using fractions of a penny in their costing and sell at shallow margins. This is because the product is mass-produced so efficiently that it\u2019s easier to measure profits in the volume  of product sold, rather than units sold.<\/p>\n<\/p>\n<p><img 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width=\"455px\" alt=\"how to calculate sale price\"\/><\/p>\n<p><h2>How do I calculate a discount percentage in Excel?<\/h2>\n<\/p>\n<p><p>This custom is still present and even mandatory in many parts of the globe. Let\u2019s look into a few situations where you may come across a discount (and might be in need <a href=\"https:\/\/www.bookkeeping-reviews.com\/how-is-computer-software-classified-as-an-asset\/\">how is computer software classified as an asset<\/a> of a percentage discount calculator). The discount is list price minus the sale price then divided by the list price and multiplied by 100 to get a percentage.<\/p>\n<\/p>\n<p><p>The selling price is also called the sales price or standard, list, or market price. While these are used in slightly different cases, all of them designate the price that a company sells its goods for. This pricing method aims to retain a preset profit margin across the company\u2019s whole product mix. The Gross Profit Margin Target (or GPMT) is defined as the sales revenue percentage left after subtracting the cost of sales and production.<\/p>\n<\/p>\n<p><p>Sales price calculators provide a convenient way to estimate the final price and evaluate different pricing scenarios. However, it\u2019s crucial to consider market demand, competition, and customer preferences when setting the sales price to ensure competitiveness and profitability. Understanding how to calculate a sale price can help one become a savvy shopper. Tibor, a PhD in Statistical Methods in Economics, brings deep financial insight to creating the discount calculator. His experience has equipped him with an understanding of the nuances of pricing strategies and consumer savings, which is crucial for crafting a tool that simplifies complex discount calculations.<\/p>\n<\/p>\n<p><p>Some merchants and suppliers offer discounts for the purchase of a quantity of more than one; this is referred to as a quantity discount. For instance, a vendor may sell an item for $5 if you buy one, or $40 for 10. The list price is the sale price divided by the difference of 1 minus the result of discount divided by 100. Some are seasonal &#8211; often when seasons change big clothing stores announce 50+ % discounts. Major shoe brands like Adidas, Nike, Asics, Skechers, Fila, and Bata have established outlets for such inventory where you can get a bargain on your new shoes.<\/p>\n<\/p>\n<p><p>Put simply, different circumstances demand different pricing strategies to reach profit targets. Let\u2019s delve deeper into the different methods and look at some examples. The profit margin is the desired percentage or amount of profit to be earned on each sale. It is typically added to the cost to ensure that the selling price covers expenses and generates a profit. Discounts are sometimes advertised as a percentage off of the original price.<\/p>\n<\/p>\n<p><p>Laura started her career in Finance a decade ago and provides strategic financial management consulting.<\/p>\n<\/p>\n<p><p>Different goods are sold through different distribution channels, too \u2013 some manufacturers sell direct-to-consumer (D2C), others to retailers and wholesalers, and others still to both. Because of this, consumers may find the same product, or close versions of it, available at different prices. For example, the standard price usually marks the baseline rate at which a product is offered to customers, serving as a reference point for discounts or special offers. Market price, on the other hand, reflects the prevailing industry rate of a type of good and is often influenced by supply and demand dynamics. These terms help businesses establish competitive and sustainable pricing strategies. Regardless of the product, every company must have the best possible pricing strategy set up to ensure success.<\/p>\n<\/p>\n<p><p>Implementing an ERP or MRP system can be a game-changer in understanding costs. These systems provide real-time visibility into various cost components, including raw materials, labor, overhead, <a href=\"https:\/\/www.bookkeeping-reviews.com\/\">https:\/\/www.bookkeeping-reviews.com\/<\/a> and operational expenses. By automating data collection and analysis, businesses can accurately track costs, identify cost-saving opportunities, and make data-driven pricing decisions.<\/p>\n<\/p>\n<p><p>Gross profit is then divided by revenue to return the gross profit margin percentage. Business owners often track this KPI meticulously to capture price fluctuations and ensure that sales remain at profitable levels. ASP is a crucial metric to gauge competitor pricing, determine the perfect market entry point, or identify market pricing trends. It offers easy insight into what customers have been willing to pay for a product over time and what a competitive price point may be. To find sales price, first calculate the discount, or the amount of the original price that you don&#8217;t have to pay.<\/p>\n<\/p>\n<p><p>It also provides a visual comparison between the original and discounted price and lets you input the sales tax. To read more about sales tax and its calculation, visit our sales tax calculator. The sale <a href=\"https:\/\/www.bookkeeping-reviews.com\/xero-shoes-terraflex-review\/\">https:\/\/www.bookkeeping-reviews.com\/xero-shoes-terraflex-review\/<\/a> price can be calculated by subtracting the dollar amount of any discount from the original price. A discount can be calculated by multiplying the percentage of the discount by the original price.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>A $5 reduced price for a $1,000 item is not nearly as significant as it is for a $10 item, even though the dollar amount of<span class=\"excerpt-hellip\"> [\u2026]<\/span><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"__cvm_playback_settings":"{\"title\":1,\"byline\":1,\"portrait\":1,\"loop\":0,\"autoplay\":0,\"color\":\"FF0000\",\"aspect_ratio\":\"16x9\",\"width\":700,\"video_position\":\"below-content\",\"volume\":30,\"playlist_loop\":0,\"aspect_override\":true}","__cvm_video_id":""},"categories":[43],"tags":[],"_links":{"self":[{"href":"http:\/\/coalitioncreativenc.com\/index.php?rest_route=\/wp\/v2\/posts\/876"}],"collection":[{"href":"http:\/\/coalitioncreativenc.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/coalitioncreativenc.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/coalitioncreativenc.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/coalitioncreativenc.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=876"}],"version-history":[{"count":1,"href":"http:\/\/coalitioncreativenc.com\/index.php?rest_route=\/wp\/v2\/posts\/876\/revisions"}],"predecessor-version":[{"id":877,"href":"http:\/\/coalitioncreativenc.com\/index.php?rest_route=\/wp\/v2\/posts\/876\/revisions\/877"}],"wp:attachment":[{"href":"http:\/\/coalitioncreativenc.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=876"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/coalitioncreativenc.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=876"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/coalitioncreativenc.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=876"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}